【题目】(Calculator) T he function ; is continuous and differentiable on (0,2) with f" (x) 0 for all x in the interval (0,2). Some of the points on the gr aph are shown below.Which of the following is the best approrimati on for f'(1)? ( ) A. f'(1)2 B. 0.5f'(1...
Answer to: Find all values of x for which function is differentiable.y=\ln x^{2},x \neq 0 By signing up, you'll get thousands of step-by-step...
A function is always continuous if it is differentiable at any point, whereas the vice-versa for this condition is not always true. Integral Calculus Integral calculus is the study of integrals and the properties associated to them. It is helpful in: calculating f from f’ (i.e. from its ...
At what numbers is the following function g differentiable?g(x)=\begin{cases} 2x & \text{ if } x\leqslant 0 \\ 2x-x^{2} & \text{ if } 0<x<2 \\ 2-x & \text{ if }x\geqslant 2 \end{cases}Give a formula f What is binary system?
use a non-uniform set of coordinates (e.g. "r" and "theta") that are at least C-4 differentiable functions of X1,X2 (see bl_coord() in coord.c). Further, the user may specify any regular metric (arbitrary excision is not implemented) at compile-time in gcov_func() [coord.c]....
The graph of a differentiable function f is shown above on the closed interval [−4, 3 ]. How many values of x in the open interval (−4, 3 ) satisfy the conclusion of the Mean Value Theorem for f on [−4, 3 ] ? (A) Zero (B) One (C) Two (D) Three x 6 14. ∫0...
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Suppose that f and g are functions that are differentiable at x = 1 and that f(1) = 1, \; f'(1) = -3, \; g(1) = 2, and g'(1) = 5. If h(x)=f(x)g(x), find h'(1). Given the function f(x)=15+8x-x^4 , a) Find f''(x) b) What...
How do you graph the function y = 2x? How do you graph the function y = x^2 - 6x? How do you graph the derivative of a function when you are given the graph of the original function? Identify the x values on the graph where th...
The locally linear approximation of the differentiable function f at x = 2 is used to approximate the value of f ( 2.3 ) . The approximation at x = 2.3 is an underestimate of the corresponding function value. What do we know about the graph f ( x ...